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Lately though, experiments using the other two methods have seen a variety of often-contradictory hints.
Schools in England experimenting with east Asian teaching methods have seen an improvement in children's mathematics skills after just one year, according to a study.
Although the methods have seen successful industrial application, most studies have focused on continuous processes.
The potential efficiencies of electronic survey administration methods have seen this approach grow in recent years.
Variable-centered approaches, primarily factor analysis, have been used to identify homogeneous groups of symptoms; but person-centered latent methods have seen little use.
Moreover, orthogonal polynomial methods have seen significant achievements in dealing with singular boundary value problems, for example, Legendre polynomials [11], Chebyshev polynomials [2], Bernstein polynomials [12], Laguerre polynomials [13], Bessel polynomials [14], Hermite polynomials [15], and Bernoulli polynomials [16].
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This increased interest, plus modern Internet marketing methods, has seen the Mint's profits increase sixfold in three years to an estimated $2.7 billion this year.
The field of high-order methods has seen a surge of research activity over the last decade, particularly due to its potential in applications such as LES [30 34], DNS [35 37], Computational Aero-Acoustics (CAA) [38,39], turbulent combustion [40] and vortex dominated flows [41].
At this time, there have not yet been any reports of app rejections because of the MAC address method being used, though, as noted above, the cookie-tracking method had seen some rejections earlier this year.
The crosswell electromagnetic induction method has seen rapid advancement since its inception in the early 1990s and, to this date, numerous surveys have been completed in active oil fields as well as other sites.
The harmonic balance method has seen an increasing popularity in the solution of time-periodic problems because of its computational efficiency and its ability to model dynamically nonlinear fluid phenomena.
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